Week 1

	June 25	June 26	June 27	June 28	June 29
10:00	H. Esnault Relations to complex geometry	H. Esnault Relations to complex geometry	H. Esnault Relations to complex geometry	Y. Zarhin Endomorphisms	Y. Zarhin Endomorphisms
11:30	J. Kollár Cubic surfaces over finite fields	D. Wan Zeta functions	J. Kollár Cubic surfaces over finite fields	D. Wan Zeta functions	J. Kollár Cubic surfaces over finite fields
14:30	F. Oort Abelian varieties	F. Oort Abelian varieties	Y. Zarhin Endomorphisms	F. Oort Abelian varieties	F. Oort Abelian varieties
16:00	D. Kaledin Hodge theory	F. Bogomolov Rational points and curves	F. Oort Abelian varieties	D. Kaledin Hodge theory	H.-Ch. von Bothmer Computational aspects

Week 2

	July 2	July 3	July 4	July 5	July 6
10:00	B. Hassett K3 surfaces	A. Kresch Brauer groups	B. Hassett K3 surfaces	A. Kresch Brauer groups	H.-Ch. von Bothmer Computational aspects
11:30	D. Wan Zeta functions	T. Wedhorn De-Rham cohomology	W. Wan Zeta functions	T. Wedhorn De-Rham cohomology	D. Wan Zeta functions
14:30	Y. Zarhin Endomorphisms	A. Vasiu Shimura Varieties	A. Vasiu Shimura Varieties	A. Vasiu Shimura Varieties	N. Schappacher Political Space Curves
16:00	H.-Ch. von Bothmer Computational aspects		H.-Ch. von Bothmer Computational aspects	M. Stoll How to Obtain Global Information From Computations Over Finite Fields